Diffraction of sound waves is why you can hear someone talking in the next room before you see them. The sound does not travel through the wall. It bends around the doorframe and spreads into the hallway. This bending — diffraction — happens because sound wavelengths match the size of everyday objects. A low bass note with a wavelength of several metres bends around a house corner easily. A high treble note with a wavelength of a few centimetres is more directional and stays in a straighter line. Here is the physics of sound diffraction, why frequency matters, and how it affects everything from speaker placement to noise barriers.
Think of sound waves like ripples from a stone dropped in a pond. If you place a small stick in the water, the ripples barely notice it — they bend around both sides and rejoin on the other side as if nothing happened. That is what happens when a long-wavelength bass sound meets a wall corner. Now place a large boulder in the pond. The ripples hit it and reflect back, leaving a shadow zone behind it. That is what happens when a short-wavelength treble sound meets the same corner. The difference is the size of the obstacle relative to the wavelength — the same rule governs all wave diffraction.

The wavelength range of sound
Sound waves in air travel at roughly 343 m/s at room temperature. The wavelength of any sound is λ = v/f, where v is the speed and f is the frequency.
| Frequency | Example | Wavelength | Diffraction behaviour |
|---|---|---|---|
| 50 Hz | Bass from a subwoofer | ~6.9 m | Diffracts around houses, walls, large obstacles |
| 200 Hz | Low male voice | ~1.7 m | Diffracts around doorways, furniture |
| 500 Hz | Mid-range speech | ~0.69 m (69 cm) | Moderate diffraction around typical obstacles |
| 2000 Hz | High female voice | ~0.17 m (17 cm) | Limited diffraction; blocked by walls |
| 8000 Hz | Cymbal, sibilance | ~0.043 m (4.3 cm) | Highly directional; easily blocked |
The key point: sounds below about 500 Hz have wavelengths comparable to or larger than doorways, furniture, and building corners — so they diffract strongly. Sounds above 2000 Hz have wavelengths of a few centimetres — they are blocked by many everyday obstacles.
Why bass travels through walls (sort of)
This is one of the most common observations in home audio. You put a subwoofer in the living room and the whole house shakes with bass. But the tweeter is only audible when you are in the same room.
There are two reasons, and diffraction is one of them.
First, the low-frequency sound from the subwoofer has a wavelength of several metres. Interior walls and corners are smaller than or comparable to these wavelengths, so the sound diffracts around them easily. Second, low frequencies also transmit through walls by making the wall panels vibrate (forced vibration). The combination of diffraction around obstacles and transmission through panels means bass travels much further than treble.
For high frequencies (treble), the wavelengths are centimetres. Interior walls are much larger than these wavelengths, so diffraction is negligible. The treble is reflected or absorbed by the wall. You hear it only if you are in the direct path or if there is a gap or doorway for it to diffract through.
The marching band example
This classic example from HyperPhysics illustrates sound diffraction perfectly. Imagine a marching band turning a corner onto your street. You hear the bass drum and the tuba long before you hear the piccolo or the tambourine — even though the band is the same distance away regardless of instrument.
The bass drum produces long wavelengths (several metres) that diffract around the building corner easily. The piccolo produces short wavelengths (centimetres) that are blocked by the same corner. The high-frequency sound only reaches you once the band has turned the corner and you have a direct line of sight.
This is also why distant thunder is a low rumble while close lightning is a sharp crack. Over distance, the high frequencies are either absorbed by the air or blocked by obstacles, and only the long wavelengths diffract their way to you.

Practical implications of sound diffraction
Noise barriers along highways. A concrete wall or earth berm is built to shield homes from traffic noise. The barrier works by blocking the direct line of sight. But sound still diffracts over the top and around the ends of the barrier. Low-frequency engine rumble (long wavelengths) diffracts more, so a taller barrier is needed to reduce bass noise. High-frequency tyre hiss (short wavelengths) is blocked more effectively by a lower barrier. Engineers design barriers with this in mind.
Open-plan offices. Sound diffracts over and around cubicle partitions. A 1.5 m tall partition blocks high-frequency speech sounds (which have wavelengths of 30–70 cm) reasonably well. But low-frequency HVAC rumble and distant conversations (longer wavelengths) diffract over the top. This is why open-plan offices are often described as noisy even with many partitions.
Concert hall and auditorium design. Architects and acousticians consider diffraction when designing venues. Balconies, columns, and boxes all cause diffraction that spreads sound to audience members who are not in a direct line of sight. The shape of the stage ceiling and rear wall are designed to direct diffracted sound to the back rows. The famous acoustics of the Musikverein in Vienna and the Royal Albert Hall in London are the result of careful management of diffraction, reflection, and absorption.
Loudspeaker design. A small speaker cabinet naturally diffracts bass frequencies more than treble because the cabinet itself is smaller than the bass wavelengths. This is why small Bluetooth speakers can sound reasonably full indoors — the room boundaries diffract and reinforce the low frequencies. In an open field, the same speaker sounds thin and directional because there are no boundaries to cause diffraction.
Experiment: listen for diffraction
You can observe sound diffraction with nothing more than a portable speaker and your ears.
- Place a speaker playing music in one room. Stand in the doorway of the adjacent room.
- Notice that you can hear the music clearly even though you cannot see the speaker.
- Now step fully into the adjacent room and close the door until there is a narrow gap. The sound becomes quieter, but you still hear the bass clearly. The treble reduces more than the bass.
- Open the door wide again. The treble comes back.
The difference you hear as you close the door is diffraction in action. The narrow gap diffracts the long wavelengths (bass) efficiently but blocks the short wavelengths (treble). The same physics governs light passing through a narrow slit — just on a much smaller scale.
For the full introduction to diffraction, start with our guide on what is diffraction. To see how water waves diffract through harbour openings, read the diffraction of a wave guide. To understand how the far-field and near-field regimes apply to sound, see the Fraunhofer vs Fresnel diffraction comparison.
The HyperPhysics diffraction of sound page provides the classic marching band example and loudspeaker radiation patterns. The University of Salford sound diffraction tutorial has animations and an interactive quiz on how wavelength affects diffraction around obstacles. The Wikipedia diffraction article covers sound diffraction alongside other wave types in its occurrence section.
Frequently Asked Questions
What is diffraction of sound?
Diffraction of sound is the bending and spreading of sound waves when they encounter an obstacle or pass through an opening. It happens because sound wavelengths are comparable to everyday objects like doorways and building corners. Low-frequency (bass) sounds diffract more than high-frequency (treble) sounds because their longer wavelengths match obstacles more closely.
Why does sound bend around corners but light does not?
Sound bends around corners because its wavelengths are similar in size to everyday objects. A 340 Hz sound has a wavelength of about 1 metre — the width of a doorway. Visible light has a wavelength of about 500 nanometres — roughly 100 times thinner than a human hair. Everyday obstacles are millions of times larger than light's wavelength, so light diffraction is negligible. Sound wavelengths and obstacles are the same scale.
Do low or high frequencies diffract more?
Low frequencies (bass) diffract more than high frequencies (treble). A 50 Hz bass note has a wavelength of about 7 metres — large enough to bend around houses and walls. A 4000 Hz treble note has a wavelength of about 8.5 centimetres — comparable to a door gap, but much smaller than a wall. This is why bass from a subwoofer fills a house while treble from a tweeter is directional.
What is an example of sound diffraction in everyday life?
The most common example is hearing someone speak in the next room before you see them. The sound waves diffract around the doorframe and spread into the hallway. Thunder is another example: a close lightning strike sounds like a sharp crack (high frequencies reach you directly), while a distant strike sounds like a low rumble (only the long wavelengths have diffracted around obstacles to reach you).
How does diffraction affect speaker placement and room acoustics?
Because bass diffracts more than treble, a subwoofer can be placed almost anywhere in a room and still fill the space evenly. Tweeters need careful positioning aimed at the listening area because high frequencies are more directional. Room corners act as secondary sources where diffracted sound spreads out. Acousticians use diffusers and absorbers to control how sound diffracts in concert halls and recording studios.
Can sound diffract through walls?
Sound does not diffract through solid walls — it transmits through them by making the wall vibrate. But sound does diffract around walls, through doorways, and over the top of barriers. This is why a noise barrier along a highway must be tall enough to block the line of sight: sound waves diffract over the top and around the ends, especially low-frequency traffic rumble.
